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Hardy-Sobolev inequalities for the biharmonic operator with remainder terms

机译:带余项的双调和算子的Hardy-Sobolev不等式

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摘要

We first review improvements of (first-order) Sobolev and Hardy inequalities by the addition of suitable lower-order terms (these improved inequalities have been pioneered by Brezis and Nirenberg (1983) and Brezis and Vazquez (1997)). Recently, corresponding results concerning first-order Hardy-Sobolev and higher-order Sobolev and Hardy inequalities have been proved.
机译:我们首先通过添加适当的低阶项来回顾(一阶)Sobolev和Hardy不等式的改善(这些改善的不平等现象由Brezis和Nirenberg(1983)和Brezis和Vazquez(1997)率先提出)。最近,已经证明了有关一阶Hardy-Sobolev和高阶Sobolev和Hardy不等式的相应结果。

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